1996
DOI: 10.1007/bf02569662
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Nonlinear Leggett-Rice effect in spin polarised solid3He

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“…Next we compare our numerical results to the moments method calculations of Cowan and Mullin et al [2][3][4]13 , who considered a nearest-neighbor pair exchange Hamiltonian to describe the quantum spin-1/2 dynamics of paramagnetic 3 He in its hcp phase, with a nearest-neighbor pair exchange Hamiltonian. Using a Gaussian ansatz for the second derivative they found, for arbitrary polarization, D ∝ [G ′′ q (0)] 3/2 /[G iv q (0)] 1/2 , which diverges like (1 − P 2 ) −1/2 as P → 1.…”
mentioning
confidence: 98%
“…Next we compare our numerical results to the moments method calculations of Cowan and Mullin et al [2][3][4]13 , who considered a nearest-neighbor pair exchange Hamiltonian to describe the quantum spin-1/2 dynamics of paramagnetic 3 He in its hcp phase, with a nearest-neighbor pair exchange Hamiltonian. Using a Gaussian ansatz for the second derivative they found, for arbitrary polarization, D ∝ [G ′′ q (0)] 3/2 /[G iv q (0)] 1/2 , which diverges like (1 − P 2 ) −1/2 as P → 1.…”
mentioning
confidence: 98%